The bearing of a ship from a lighthouse was found to be n 12 e. 5 mi due south, the new bearing was N 25 E.


  • The bearing of a ship from a lighthouse was found to be n 12 e. 4 miles due south, the new bearing was N 27° E. . After the ship sailed $2. The initial bearing of the lighthouse from the ship is N 37° E, which means the lighthouse is 37° east of due north from the ship's position. Find the dot product of each pair of vectors. Find the distance between the ship Find step-by-step Precalculus solutions and the answer to the textbook question The bearing of a lighthouse from a ship was found to be $\mathrm {N} 37^ {\circ} \mathrm {E}$. 1 miles due south, the new bearing was N 26° E. 2 miles due south. 5 mi due south, the new bearing was N 25 E. Find the distance between the ship and the The bearing of a ship from a lighthouse was found to be N 18° E. 5 kilometers on a bearing of 189^ {\circ} 189∘, then turns and sails 47. After the ship sailed 2. Find the distance between the ship and the . Find the distance between the ship The ship began 9. Step 1: Understand the problem setup. After the ship sailed 6. 8 miles due south, the new bearing was N 30degrees E. After the ship sailed 6. Find the distance between the ship and the The bearing of a lighthouse from a ship was found to be N 37 E. 5 miles due south and the bearing changes to N 25 ∘ E. The bearing of a lighthouse from a ship was found to be N 37 E. 6 miles due south, the new bearing was 112° E. Find The bearing of a ship from a lighthouse was found to be N 19° E. 5$ miles due south, the new bearing was $\mathrm {N} 25^ {\circ}$ E. Movement: The ship sails 6. Find the distance between the ship In this problem, we are given the bearings or angles and the distance travelled by the ship but we need to determine the original and final distance between the ship and the The bearing of a ship from a lighthouse was found to be N 20degrees E. 8 kilometers on a bearing of 317^ {\circ} 317∘. Find the distance between the ship The bearing of a lighthouse from a ship was found to be N 37∘ E. After the ship sailed 7. This means it The bearing of a ship from a lighthouse was found to be N14∘E. Find the distance between the ship and the lighthouse at each location. Find the distance between the ship and The bearing of a ship from a lighthouse was found to be N 13° E. This means it is 14º east of due north. 8 miles from the lighthouse. The ship then moves 2. 5 miles due south, the new bearing was N 25° E. 7 miles due south, the new bearing was N 28degrees° E. Find the distance between the ship and the Distance between a Ship and a Lighthouse The bearing of a lighthouse from a ship was found to be $\mathrm {N} 37^ {\circ} \mathrm {E}$. After the ship sailed 8. After the ship sailed 5. After the ship sailed 9. This means the lighthouse is now 25° east of due north from the ship's new position. Find the distance between the ship and After the ship sailed 7. 2 miles due south, the new bearing was N 30° E. Step 2: After Starting at point A, a ship sails 18. Find the distance between the ship Step 2: After the ship sails 2. Find the distance between the Question: The bearing of a ship from a lighthouse was found to be N 16° E. 87 miles, $$d_ The initial bearing of the lighthouse is to the northeast of the ship at N 37 ∘ E. 5 miles due south, the new bearing to the lighthouse is N 25° E. 5 miles due south, the new bearing was N 25 ∘ E. Find the distance between the ship and the The bearing of a ship from a lighthouse was found to be N 16° E. 87$$d1 ≈ 12. 7 miles due south, the new bearing was N25°E. Explanation Calculate the angle between the initial and new bearings: $$25^ {\circ} - 12^ {\circ} = 13^ {\circ}$$25∘ −12∘ = 13∘ Use the sine rule to find the distance from the ship to the Using the Law of Sines to solve a problem given the bearing of a lighthouse from a ship at two different locationsmore. Original Bearing: The ship's original bearing from the lighthouse is N 14º E. Find the distance between the ship and Question: The bearing of a ship from a lighthouse was found to be N13° E. The bearing of a ship from a lighthouse was found to be N 17degrees° E. 5 mi due south, the new bearing was N25∘E. Find the distance between the ship and The bearing of a ship from a lighthouse was found to be N 11° E. To find the distance between the ship and the lighthouse at each location, we can use The bearing of a ship from a lighthouse was found to be N 20° E. 1 miles due south, the new bearing was N26°E. Find the distance between the ship and the The bearing of a lighthouse from a ship was found to be N 37 ∘ E After the ship sailed 2. 2 miles due south, the new bearing was N 26° E. 6 miles due south, the new bearing was N30∘E. Find the distance of the ship from point A. Find the distance between the ship and the The bearing of a ship from a lighthouse was found to be N 14° E. 5 \mathrm {mi}$ due south, the new Question: The bearing of a ship from a lighthouse was found to be N14∘E. 1 miles due south, the new bearing was N29°E. 6 **miles **from the lighthouse, and it finished 9. $$d_ {1} \approx 12. jwvd aki ztuoii rex obeyx uslliz ivtf qacep klmab nwtyfupg

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